3) Solve the following system using the Inverse Matrix Process. = 2 X + y -X - 4y + (x + 2y Z= 3 - - Z = 2z=0 a) Write the matrix equation. Label each matrix: coefficient, variable, and constant. b) Solve for the appropriate inverse matrix. c) Using this inverse matrix and the matrix equation, solve for the variables. Label solutions. Show the equation and the calculations. 3

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Q: 10x1 + 2x2 -x3 = 27 - 3x1 - 6x2 + 2x3 = -61.5 - X1 +x2+5x3 = -21.5 a. Write in matrix form. p.…

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Q: 4Q: Solve equations by using inverse matrix X = A¬B %3D 3x + 7y 11 -5x +4y = 13 %3D

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Q: 2x, + 3x, - xz = 5 ーX」+ 2.x, + 3x, = 0 4.x - x2+ x3 = -1 X, + X3 = -1

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Q: Solve the following simultaneous equations, using matrices. 7x + 9y = 3 and 10x + 13y = 4.

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